From the following list of hypothetical situations, identify those that are independent events using the given probabilities of each event and the formal definition of independence. In a college course survey, 20% of students received an A in chemistry, 25% of students received an A in biology, and 5% of students received an A in both chemistry and biology. At a particular university, 12% of students were in a doctorate program, 16% of students were engineering majors, and 3% of students were in a doctorate program and were engineering majors. In a yearly weather survey of a city, 32% of the days had precipitation, 25% of the days were weekend days, and 8% of the days had precipitation and were weekend days. In a study of color blindness, 10% of the individuals were color-blind, 52% of the individuals were male, and 8% of the individuals were color-blind and were male.

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section11.8: Probabilities Of Disjoint And Overlapping Events
Problem 2C
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From the following list of hypothetical situations, identify those that are independent events using the given probabilities
of each event and the formal definition of independence.
In a college course survey, 20% of students received an A in chemistry, 25% of students received an A in biology,
and 5% of students received an A in both chemistry and biology.
At a particular university, 12% of students were in a doctorate program, 16% of students were engineering majors,
and 3% of students were in a doctorate program and were engineering majors.
In a yearly weather survey of a city, 32% of the days had precipitation, 25% of the days were weekend days, and 8%
of the days had precipitation and were weekend days.
In a study of color blindness, 10% of the individuals were color-blind, 52% of the individuals were male, and 8% of
the individuals were color-blind and were male.
Transcribed Image Text:From the following list of hypothetical situations, identify those that are independent events using the given probabilities of each event and the formal definition of independence. In a college course survey, 20% of students received an A in chemistry, 25% of students received an A in biology, and 5% of students received an A in both chemistry and biology. At a particular university, 12% of students were in a doctorate program, 16% of students were engineering majors, and 3% of students were in a doctorate program and were engineering majors. In a yearly weather survey of a city, 32% of the days had precipitation, 25% of the days were weekend days, and 8% of the days had precipitation and were weekend days. In a study of color blindness, 10% of the individuals were color-blind, 52% of the individuals were male, and 8% of the individuals were color-blind and were male.
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